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This course provides a brief introduction to classical number theory, covering perfect, abundant, and deficient numbers; Mersenne primes; major theorems; the Euclidean algorithm; and Diophantine equations.
Syllabus
Perfect Numbers, Mersenne Primes, Abundant Numbers & Deficient Numbers || NUMBER THEORY.
Number Theory: Wilson's Theorem.
Number Theory: Euclidean Algorithm - An example.
Number Theory: Fermat's Little Theorem.
Number Theory: Diophantine Equation: ax+by=gcd(a,b).
Number Theory: The Prime Number Theorem, an introduction.
Diophantine Equations: Polynomials With 1 Unknown || Number Theory.
Taught by
Socratica